Variational Iteration Method for Solving Telegraph Equations
|
|
|
- Francine Stevens
- 5 years ago
- Views:
Transcription
1 Availabl a hp://pvam.d/aam Appl. Appl. Mah. ISSN: 9-9 Vol. I (J 9) pp. (Prvioly Vol. No. ) Applicaio ad Applid Mahmaic: A Iraioal Joral (AAM) Variaioal Iraio Mhod for Solvig Tlgraph Eqaio Syd Taf Mohyd-Di ydaf@homail.com Mhammad Alam Noor oormalam@homail.com Khalida Iaya Noor khalidaoor@homail.com Dparm of Mahmaic COMSATS Ii of Iformaio Tchology Ilamabad Pakia Rcivd: Dcmbr 8; accpd: Fbrary 9 Abrac I hi papr w apply h variaioal iraio mhod (VIM) for olvig lgraph qaio which ari i h propagaio of lcrical igal alog a lgraph li. Th ggd algorihm i mor ffici ad air o hadl a compar o h dcompoiio mhod. Nmrical rl how h fficicy ad accracy of h propod VIM. Kyword: Variaioal Iraio Mhod; Lagrag Mliplir; Tlgraph Eqaio MSC () No.: N. Irodcio Th lgraph qaio appar i h propagaio of lcrical igal alog a lgraph li digial imag procig lcommicaio igal ad ym [ Abdo ad Solima () Wazwaz ( )]. Th adard form of h lgraph qaio i giv a
2 AAM: Ir. J. Vol. I (J 9) [Prvioly Vol. No. ] a b c whr a b c ar coa rlad o riac idcac capaciac ad codcac of h cabl. Th baic moivaio of hi papr i h applicaio of variaioal iraio mhod (VIM) for olvig lgraph qaio. Th VIM wa dvlopd ad formlad by H for olvig vario phyical problm [ H (999 8)]. Th mhod ha b rmly fl for divrifid iiial ad bodary val problm ad ha h poial o cop wih h vrailiy of h compl ar of phyical problm [ Abbabady () Abdo ad Solima () H (999 8) Noor ad Mohyd-Di ( 8) Mohyd-Di al. (8 9) X ()]. A wid cla of iiial ad bodary val problm icldig Riccai diffrial qaio ady flow hrogh a poro mdim Brgr ad copld Brgr qaio oliar ocillaor highr-ordr bodary val problm of vario ordr pag flow aoomo ordiary diffrial ym Fihr qaio Evolio qaio diffio qaio iglar problm KdV parabolic qaio igro-diffrial qaio chmiry problm Boiq qaio Schrödigr qaio Hlmholz qaio Si-Gordo qaio ha b ackld ccflly i accordac wih hir phyical ar by h propod variaioal iraio mhod (VIM) [ Abbabady () Abdo ad Solima () H (999 8) Noor ad Mohyd-Di ( 8) Mohyd-Di al. (8 9) X ()]. I i o b highlighd ha h of Lagrag mliplir i variaioal iraio mhod (VIM) rdc h cciv applicaio of h igral opraor miimiz h compaioal work o a agibl lvl whil ill maiaiig a vry high lvl of accracy ad hc i a clar advaag of hi chiq ovr h dcompoiio mhod. Th VIM i alo idpd of h mall paramr ampio (which i ihr o hr i h phyical problm or difficl o loca) ad hc i mor covi o apply a compar o h radiioal prrbaio mhod. I i worh mioig ha h VIM i applid wiho ay dicrizaio rriciv ampio or raformaio ad i fr from rod off rror. W apply h propod VIM for all h oliar rm i h problm wiho dicrizig ihr by fii diffrc or pli chiq a h od ivolv laborio calclaio copld wih a rog poibiliy of h ill-codiiod rla qaio which i a complicad problm o olv. Morovr lik h mhod of paraio of variabl ha rqir iiial ad bodary codiio h VIM provid h olio by ig h iiial codiio oly [ Abbabady () Abdo ad Solima () H (999 8) Noor ad Mohyd-Di ( 8) Mohyd-Di al. (8 9) X ()]. Th propod variaioal iraio mhod (VIM) ca b applid o a mbr of phyical problm rlad o flid mchaic icldig bodary layr flow wih poial or algbraic propri Vo Karma wirlig vico flow oliar progriv wav i dp war poro mdim fiacial mahmaic dp hallow war wav lcrical igal alog a lgraph li digial imag procig lcommicaio igal ad ym bam dflcio hory qam fild hory rlaiviic phyic dipriv wav-phoma plama
3 Mohyd-Di l al. phyic arophyic oliar opic girig ad applid cic [ Mohyd-Di al. (9)]. Nmrical rl how h compl rliabiliy of h propod chiq.. Variaioal Iraio Mhod (VIM) To illra h baic cocp of h H VIM w coidr h followig gral diffrial qaio L N g() () whr L i a liar opraor N a oliar opraor ad g() i h ihomogo rm. Accordig o variaioal iraio mhod [ Abbabady () Abdo ad Solima () H (999 8) Noor ad Mohyd-Di ( 8) Mohyd-Di al. (8 9) X ()] w ca corc a corrcio fcioal a follow ( ) ( ) ( L ( ) N ( ) g( )) d () whr i a Lagrag mliplir [ H (999 8)] which ca b idifid opimally via variaioal iraio mhod. Th bcrip do h h approimaio i coidrd a a rricd variaio. i.. ; () i calld a corrcio fcioal. Th olio of h liar problm ca b olvd i a igl iraio p d o h ac idificaio of h Lagrag mliplir. Th pricipl of variaioal iraio mhod ad i applicabiliy for vario kid of diffrial qaio ar giv i [ H (999 8)]. I hi mhod i i rqird fir o drmi h Lagrag mliplir opimally. Th cciv approimaio of h olio will b radily obaid po ig h drmid Lagrag mliplir ad ay lciv fcio coqly h olio i giv by lim.. Nmrical Applicaio I hi cio w apply h variaioal iraio mhod (VIM) for olvig lgraph qaio. Nmrical rl ar vry coragig. Eampl.. Coidr h followig lgraph qaio
4 AAM: Ir. J. Vol. I (J 9) [Prvioly Vol. No. ] wih bodary codiio ) ( ) ( ad h iiial codiio. Th corrcio fcioal i giv by. d Makig h corrcio fcioal aioary h Lagrag mliplir ca b idifid a w obai h followig iraiv formla. d Coqly followig approima ar obaid!!!!!!!!!!! 9! 8!!!!!! 9 8. Th ri olio i giv by 9! 8!!!!!! 9 8 ad h clod form olio i giv a which i h ac olio.
5 8 Mohyd-Di l al. Eampl.. Coidr h followig lgraph qaio wih bodary codiio ( ) ( ) ad h iiial codiio. Th corrcio fcioal i giv by. d Makig h corrcio fcioal aioary h Lagrag mliplir ca b idifid a w obai h followig iraiv formla. d Coqly followig approima ar obaid!!!!!!!!!!!. Th ri olio i giv by!!!!! ad h clod form olio i giv a
6 AAM: Ir. J. Vol. I (J 9) [Prvioly Vol. No. ] 9 which i h ac olio. Eampl.. Coidr h followig lgraph qaio wih bodary codiio ) ( ) ( ad h iiial codiio. Th corrcio fcioal i giv by. d Makig h corrcio fcioal aioary h Lagrag mliplir ca b idifid a w obai h followig iraiv formla. d Coqly followig approima ar obaid. Procdig a bfor h ac olio i giv a.
7 Mohyd-Di l al.. Coclio I hi papr w applid variaioal iraio mhod (VIM) for olvig lgraph qaio. Th mhod i applid i a dirc way wiho ig liarizaio raformaio prrbaio dicrizaio or rriciv ampio. Th fac ha h propod VIM olv oliar problm wiho ig Adomia polyomial i a clar advaag of hi algorihm ovr h dcompoiio mhod. Ackowldgm Th ahor ar highly grafl o boh h rfr ad Prof. Dr. A. M. Haghighi for hir vry corciv comm. W wold lik o hak Dr. S. M. Jaid Zaidi Rcor CIIT for h proviio of cll rarch facilii ad virom. REFERENCES Abbabady S. (). Nmrical olio of oliar Kli-Gordo qaio by variaioal iraio mhod. Ira. J. Nmr. Mh. Egrg. pp Abdo M. A. ad Solima A. A. (). Variaioal iraio mhod for olvig Brgr ad copld Brgr qaio. J. Comp. Appl. Mah. 8 pp. -. Abdo M. A. ad Solima A. A. (). Nw applicaio of variaioal iraio mhod. Phy. D (-) pp () -8. H J. H. (999). Variaioal iraio mhod A kid of o-liar aalyical chiq om ampl. Ira. J. Noli. Mch. () pp H J. H. (). Variaioal iraio mhod for aoomo ordiary diffrial ym. Comp. Mah. Appl. (-) pp. -. H J. H. ad W X. H (). Corcio of oliary olio ad compacio-lik olio by variaioal iraio mhod. Chao Solio & Fracal 9 () pp. 8-. H J. H. (). Variaioal iraio mhod om rc rl ad w irpraio. J. Comp. Appl. Mah. pp. -. H J. H. ad W X. H. (). Variaioal iraio mhod: Nw dvlopm ad applicaio. Comp. Mah. Appl. pp H J. H. (). Th variaioal iraio mhod for ighh-ordr iiial bodary val problm Phy. Scr. () pp H J. H. (8). A lmary irodcio of rcly dvlopd aympoic mhod ad aomchaic i il girig. I. J. Mod. Phy. B () pp H J. H. (). Som aympoic mhod for rogly oliar qaio. I. J. Mod. Phy. () pp Mohyd-Di S. T. Noor M. A. ad Noor K. I. (9). Travllig wav olio of vhordr gralizd KdV qaio by variaioal iraio mhod ig Adomia polyomial. I. J. Mod. Phy. B. Mohyd-Di S. T. Noor M. A. ad Noor K. I. (9). Modifid variaioal iraio mhod for olvig volio qaio. I. J. Mod. Phy. B. Mohyd-Di S. T. Noor M. A. ad Noor K. I. (9). Solio of iglar qaio by H
8 AAM: Ir. J. Vol. I (J 9) [Prvioly Vol. No. ] variaioal iraio mhod. I. J. Noli. Sci. Nm. Sim. -. Mohyd-Di S. T. Noor M. A. ad Noor K. I. (9). O h coplig of polyomial wih corrcio fcioal. I. J. Mod. Phy. B. Noor M. A. ad Mohyd-Di S. T. (). Variaioal iraio chiq for olvig highr ordr bodary val problm. Appl. Mah. Comp. 89 pp Noor M. A. ad Mohyd-Di S. T. (). A ffici mhod for forh ordr bodary val problm Comp. Mah. Appl. pp. -. Noor M. A. ad Mohyd-Di S. T. (8). Variaioal iraio mhod for olvig highrordr oliar bodary val problm ig H polyomial. I. J. Noli. Sci. Nm. Siml. 9 () pp. -. Noor M. A. ad Mohyd-Di S. T. (8). Variaioal iraio mhod for olvig fifh-ordr bodary val problm ig H polyomial. Mah. Prob. Egg. 8 Aricl ID 99 doi: :/8/99. Noor M. A. ad Mohyd-Di S. T. (8). Modifid variaioal iraio mhod for ha ad wav-lik qaio. Aca Applda. Mahmc. DOI:./ Noor M. A. ad Mohyd-Di S. T. (8). Modifid variaioal iraio mhod for olvig forh-ordr bodary val problm J. Appl. Mah. Compg. Aricl ID: 9 DOI:./9-8-9-z. Noor M. A. ad Mohyd-Di S. T. (8). Variaioal homoopy prrbaio mhod for olvig highr dimioal iiial bodary val problm. Mah. Prob. Egg. 8 Aricl ID 9 doi:./8/9. Noor M. A. ad Mohyd-Di S. T. (9). Variaioal iraio mhod for ady flow of ga hrogh a poro mdim ig H polyomial ad Pad approima. Comp. Mah. Appl. Noor M. A. ad Mohyd-Di S. T. (9) Modifid variaioal iraio mhod for olvig Hlmholz qaio. Comp. Mah. Modlg. Noor M. A. ad Mohyd-Di S. T. (9). Variaioal iraio mhod for olvig wlfhordr bodary val problm ig H polyomial. Comp. Mah. Modlg. Noor M. A. ad Mohyd-Di S. T. (8). Solio of iglar ad oiglar iiial ad bodary val problm by modifid variaioal iraio mhod. Mah. Prob. Egg. 8 Aricl ID 9 pag doi:./8/9. Wazwaz A. M. (). Th modifid dcompoiio mhod for aalyic ram of diffrial qaio. Appl. Mah. Comp. Pp. -. Wazwaz A. M. (). Parial diffrial qaio mhod ad applicaio. A. A. Balkma Pblihr. X L. (). Th variaioal iraio mhod for forh-ordr bodary val problm. Chao Solio & Fracal i pr.
International Journal of Modern Mathematical Sciences, 2013, 5(3): International Journal of Modern Mathematical Sciences
Iraioal Joral of Mor Mahmaical Scic - Iraioal Joral of Mor Mahmaical Scic Joral hompagwwwmorsciificprcom/joral/ijmmap ISSN -X Floria USA Aricl Compario of Lagrag Mliplir for Noliar BVP Aif Mhmoo Farah
Variational Iteration Method for Solving Initial and Boundary Value Problems of Bratu-type
Availabl a hp://pvamd/aam Appl Appl Mah ISSN: 9-9 Vol Iss J 8 pp 89 99 Prviosl Vol No Applicaios ad Applid Mahmaics: A Iraioal Joral AAM Variaioal Iraio Mhod for Solvig Iiial ad Bodar Val Problms of Bra-p
Modified Variational Iteration Method for the Solution of nonlinear Partial Differential Equations
Iraioal Joral of Sciific & Egirig Rsarch Volm Iss Oc- ISSN 9-558 Modifid Variaioal Iraio Mhod for h Solio of oliar Parial Diffrial Eqaios Olayiwola M O Akipl F O Gbolagad A W Absrac-Th Variaioal Iraio
Variational iteration method: A tools for solving partial differential equations
Elham Salhpoor Hossi Jafari/ TJMCS Vol. o. 388-393 Th Joral of Mahmaics a Compr Scic Availabl oli a hp://www.tjmcs.com Th Joral of Mahmaics a Compr Scic Vol. o. 388-393 Variaioal iraio mho: A ools for
Numerical Simulation for the 2-D Heat Equation with Derivative Boundary Conditions
IOSR Joural of Applid Chmisr IOSR-JAC -ISSN: 78-576.Volum 9 Issu 8 Vr. I Aug. 6 PP 4-8 www.iosrjourals.org Numrical Simulaio for h - Ha Equaio wih rivaiv Boudar Codiios Ima. I. Gorial parm of Mahmaics
The Development of Suitable and Well-founded Numerical Methods to Solve Systems of Integro- Differential Equations,
Shiraz Uivrsiy of Tchology From h SlcdWorks of Habibolla Laifizadh Th Dvlopm of Suiabl ad Wll-foudd Numrical Mhods o Solv Sysms of Igro- Diffrial Equaios, Habibolla Laifizadh, Shiraz Uivrsiy of Tchology
Fractional Complex Transform for Solving the Fractional Differential Equations
Global Joral of Pr ad Applid Mahmaics. SSN 97-78 Volm Nmbr 8 pp. 7-7 Rsarch dia Pblicaios hp://www.ripblicaio.com Fracioal Compl rasform for Solvig h Fracioal Diffrial Eqaios A. M. S. Mahdy ad G. M. A.
The Variational Iteration Method for Analytic Treatment of Homogeneous and Inhomogeneous Partial Differential Equations
Global Joral of Scic Frotir Rarch: F Mathmatic ad Dciio Scic Volm 5 I 5 Vrio Yar 5 Tp : Dobl Blid Pr Rviwd Itratioal Rarch Joral Pblihr: Global Joral Ic USA Oli ISSN: 9- & Prit ISSN: 975-589 Th Variatioal
Approximate solutions for the time-space fractional nonlinear of partial differential equations using reduced differential transform method
Global Joral o Pr ad Applid Mahmaics ISSN 97-768 Volm Nmbr 6 7 pp 5-6 sarch Idia Pblicaios hp://wwwripblicaiocom Approima solios or h im-spac racioal oliar o parial dirial qaios sig rdcd dirial rasorm
On Numerical Solutions of Two-Dimensional Boussinesq Equations by Using Adomian Decomposition and He's Homotopy Perturbation Method
Available a hp://pvam.ed/aam Appl. Appl. Mah. ISSN: 93-9466 Special Isse No. (Ags ) pp. Applicaios ad Applied Mahemaics: A Ieraioal Joral (AAM) O Nmerical Solios of Two-Dimesioal Bossiesq Eqaios by Usig
Chapter 11 INTEGRAL EQUATIONS
hapr INTERAL EQUATIONS hapr INTERAL EUATIONS Dcmbr 4, 8 hapr Igral Eqaios. Normd Vcor Spacs. Eclidia vcor spac. Vcor spac o coios cios ( ). Vcor Spac L ( ) 4. achy-byaowsi iqaliy 5. iowsi iqaliy. Liar
International Journal of Pure and Applied Sciences and Technology
I. J. Pr Appl. Sci. Tchol. 4 pp. -4 Iraioal Joral of Pr a Appli Scics a Tcholog ISSN 9-67 Aailabl oli a www.ijopaasa.i Rsarch Papr Variaioal Iraio Mho for Solig So Mols of Noliar Parial Diffrial Eqaios
VARIATIONAL ITERATION METHOD: A COMPUTATIONAL TOOL FOR SOLVING COUPLED SYSTEM OF NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS
Joral of Sciece a Ars Year 6 No. 336 pp. 43-48 6 ORIGINAL PAPER ARIATIONAL ITERATION METHOD: A COMPTATIONAL TOOL FOR SOLING COPLED SYSTEM OF NONLINEAR PARTIAL DIFFERENTIAL EQATIONS MORF OYEDNSI OLAYIOLA
ISSN: [Bellale* et al., 6(1): January, 2017] Impact Factor: 4.116
![ISSN: [Bellale* et al., 6(1): January, 2017] Impact Factor: 4.116](/thumbs/95/122570788.jpg "ISSN: [Bellale* et al., 6(1): January, 2017] Impact Factor: 4.116")
IESRT INTERNTIONL OURNL OF ENGINEERING SCIENCES & RESERCH TECHNOLOGY HYBRID FIED POINT THEOREM FOR NONLINER DIFFERENTIL EQUTIONS Sidhshwar Sagram Bllal*, Gash Babrwa Dapk * Dparm o Mahmaics, Daaad Scic
An Application of He's Variational Iteration Method for Solving Duffing - Van Der Pol Equation
Raf. J. of Comp. & Mah. Vol. No. 3 A Applicaio of He' Variaioal Ieraio Mehod for Solvig Dffig - Va Der Pol Eqaio A J. Al-Saoor Mera A. Aziz College of Comper Sciece ad Mahemaic Uiveriy of Mol Received
New Applications of Adomian Decomposition Method. Emad A. Az-Zo'bi
Middle-Eas Joral of Scieific Research (): 75-7 5 ISSN 99-9 IDOSI Pblicaios 5 DOI:.589/idosi.mejsr.5... New Applicaios of Adomia Decomposiio Mehod Emad A. Az-Zo'bi Deparme of Mahemaics ad Saisics Mah Uiversiy
82A Engineering Mathematics
Class Nos 5: Sod Ordr Diffrial Eqaio No Homoos 8A Eiri Mahmais Sod Ordr Liar Diffrial Eqaios Homoos & No Homoos v q Homoos No-homoos q ar iv oios fios o h o irval I Sod Ordr Liar Diffrial Eqaios Homoos
Chapter 7 INTEGRAL EQUATIONS
hapr 7 INTERAL EQUATIONS hapr 7 INTERAL EUATIONS hapr 7 Igral Eqaios 7. Normd Vcor Spacs. Eclidia vcor spac. Vcor spac o coios cios ( ). Vcor Spac L ( ) 4. ach-baowsi iqali 5. iowsi iqali 7. Liar Opraors
( A) ( B) ( C) ( D) ( E)
d Smsr Fial Exam Worksh x 5x.( NC)If f ( ) d + 7, h 4 f ( ) d is 9x + x 5 6 ( B) ( C) 0 7 ( E) divrg +. (NC) Th ifii sris ak has h parial sum S ( ) for. k Wha is h sum of h sris a? ( B) 0 ( C) ( E) divrgs
MAT3700. Tutorial Letter 201/2/2016. Mathematics III (Engineering) Semester 2. Department of Mathematical sciences MAT3700/201/2/2016
MAT3700/0//06 Tuorial Lr 0//06 Mahmaics III (Egirig) MAT3700 Smsr Dparm of Mahmaical scics This uorial lr coais soluios ad aswrs o assigms. BARCODE CONTENTS Pag SOLUTIONS ASSIGNMENT... 3 SOLUTIONS ASSIGNMENT...
Mixture of a New Integral Transform and Homotopy Perturbation Method for Solving Nonlinear Partial Differential Equations
Adaces i Pre Mahemaics,,, 7- hp://d.doi.org/.46/apm..45 Pblished Olie May (hp://www.scirp.org/joral/apm) Mire of a New Iegral Trasform ad omoopy Perrbaio Mehod for Solig Noliear Parial Differeial Eqaios
Application of Homotopy Analysis Method for Solving Linear and Nonlinear Differential Equations with Fractional Orders
Zarqa Uivrsi Facl o Grada Sdis جبهعة الضسقبء كلية الذساسبت العليب Applicaio o Homoop Aalsis Mhod or Solvig Liar ad Noliar irial Eqaios wih Fracioal Ordrs B Haa Marai Mohammd Sprvisor r. Gharib Mosa Gharib
A Comparative Study of Adomain Decompostion Method and He-Laplace Method
Applied Mahemaic,, 5, 5-6 Publihed Olie December i SciRe. hp://www.cirp.org/joural/am hp://d.doi.org/.6/am..5 A Comparaive Sudy of Adomai Decompoio Mehod ad He-Laplace Mehod Badradee A. A. Adam, Deparme
The Solution of the One Species Lotka-Volterra Equation Using Variational Iteration Method ABSTRACT INTRODUCTION
Malaysia Joural of Mahemaical Scieces 2(2): 55-6 (28) The Soluio of he Oe Species Loka-Volerra Equaio Usig Variaioal Ieraio Mehod B. Baiha, M.S.M. Noorai, I. Hashim School of Mahemaical Scieces, Uiversii
3.2. Derivation of Laplace Transforms of Simple Functions
3. aplac Tarform 3. PE TRNSFORM wid rag of girig ym ar modld mahmaically by uig diffrial quaio. I gral, h diffrial quaio of h ordr ym i wri: d y( a d d d y( dy( a a y( f( (3. d Which i alo ow a a liar
15. Numerical Methods
S K Modal' 5. Numrical Mhod. Th quaio + 4 4 i o b olvd uig h Nwo-Rapho mhod. If i ak a h iiial approimaio of h oluio, h h approimaio uig hi mhod will b [EC: GATE-7].(a (a (b 4 Nwo-Rapho iraio chm i f(
Modified Decomposition Method for Solution of Fractional Partial Differential Equations of Two-Sided
Arile Ieraioal Joral of Moder Mahemaial Siee 4: 3-36 Ieraioal Joral of Moder Mahemaial Siee Joral homepage:www.modersieifipre.om/joral/ijmm.ap ISSN: 66-86X Florida USA Modified Deompoiio Mehod for Solio
Note 6 Frequency Response
No 6 Frqucy Rpo Dparm of Mchaical Egirig, Uivriy Of Sakachwa, 57 Campu Driv, Sakaoo, S S7N 59, Caada Dparm of Mchaical Egirig, Uivriy Of Sakachwa, 57 Campu Driv, Sakaoo, S S7N 59, Caada. alyical Exprio
Analysis of Non-Sinusoidal Waveforms Part 2 Laplace Transform
Aalyi o No-Siuoidal Wavorm Par Laplac raorm I h arlir cio, w lar ha h Fourir Sri may b wri i complx orm a ( ) C jω whr h Fourir coici C i giv by o o jωo C ( ) d o I h ymmrical orm, h Fourir ri i wri wih
AE57/AC51/AT57 SIGNALS AND SYSTEMS DECEMBER 2012
AE7/AC/A7 SIGNALS AND SYSEMS DECEMBER Q. Drmi powr d rgy of h followig igl j i ii =A co iii = Solio: i E P I I l jw l I d jw d d Powr i fii, i i powr igl ii =A cow E P I co w d / co l I I l d wd d Powr
Chapter 3 Linear Equations of Higher Order (Page # 144)
Ma Modr Dirial Equaios Lcur wk 4 Jul 4-8 Dr Firozzama Darm o Mahmaics ad Saisics Arizoa Sa Uivrsi This wk s lcur will covr har ad har 4 Scios 4 har Liar Equaios o Highr Ordr Pag # 44 Scio Iroducio: Scod
The modified Exp-function method and its applications to the generalized K(n,n) and BBM equations with variable coefficients
IJST () A3 (Special isse-mahemaics): 359-365 Iraia Joral of Sciece & Techology hp://www.shiraz.ac.ir/e The modified Ep-fcio mehod ad is applicaios o he geeralized K() ad BBM eqaios wih varile coefficies
Continous system: differential equations
/6/008 Coious sysm: diffrial quaios Drmiisic modls drivaivs isad of (+)-( r( compar ( + ) R( + r ( (0) ( R ( 0 ) ( Dcid wha hav a ffc o h sysm Drmi whhr h paramrs ar posiiv or gaiv, i.. giv growh or rducio
An Analytical Study on Fractional Partial Differential Equations by Laplace Transform Operator Method
Iraioal Joural o Applid Egirig Rsarch ISSN 973-456 Volum 3 Numbr (8 pp 545-549 Rsarch Idia Publicaios hp://wwwripublicaiocom A Aalical Sud o Fracioal Parial Dirial Euaios b aplac Trasorm Opraor Mhod SKElaga
Exotic Options Pricing under Stochastic Volatility
Caada Rarch Chair i Ri Maagm Worig papr 5- Jaary 5 Exoic Opio Pricig dr Sochaic olailiy Nabil AHANI Nabil ahai i a h School of Admiiraiv Sdi Yor Uivriy oroo Caada. Fiacial ppor wa providd by h Caada Rarch
2 Dirac delta function, modeling of impulse processes. 3 Sine integral function. Exponential integral function
Chapr VII Spcial Fucios Ocobr 7, 7 479 CHAPTER VII SPECIAL FUNCTIONS Cos: Havisid sp fucio, filr fucio Dirac dla fucio, modlig of impuls procsss 3 Si igral fucio 4 Error fucio 5 Gamma fucio E Epoial igral
On The Geometrıc Interpretatıons of The Kleın-Gordon Equatıon And Solution of The Equation by Homotopy Perturbation Method
Available a hp://pvam.ed/aam Appl. Appl. Mah. SSN: 9-9466 Vol. 7, sse (December ), pp. 69-65 Applicaios ad Applied Mahemaics: A eraioal Joral (AAM) O The Geomerıc erpreaıos of The Kleı-Gordo Eqaıo Ad Solio
Overview. Review Elliptic and Parabolic. Review General and Hyperbolic. Review Multidimensional II. Review Multidimensional
Mlil idd variabls March 9 Mlidisioal Parial Dirial Eaios arr aro Mchaical Egirig 5B iar i Egirig Aalsis March 9 Ovrviw Rviw las class haracrisics ad classiicaio o arial dirial aios Probls i or ha wo idd
DEFLECTIONS OF THIN PLATES: INFLUENCE OF THE SLOPE OF THE PLATE IN THE APLICATION OF LINEAR AND NONLINEAR THEORIES
Procdigs of COBEM 5 Coprigh 5 b BCM 8h Iraioal Cogrss of Mchaical Egirig Novmbr 6-, 5, Ouro Pro, MG DEFLECIONS OF HIN PLES: INFLUENCE OF HE SLOPE OF HE PLE IN HE PLICION OF LINER ND NONLINER HEORIES C..
Adomian Decomposition Method for Dispersion. Phenomena Arising in Longitudinal Dispersion of. Miscible Fluid Flow through Porous Media
dv. Thor. ppl. Mch. Vol. 3 o. 5 - domia Dcomposiio Mhod for Disprsio Phoma risig i ogiudial Disprsio of Miscibl Fluid Flow hrough Porous Mdia Ramakaa Mhr ad M.N. Mha Dparm of Mahmaics S.V. Naioal Isiu
Advanced Engineering Mathematics, K.A. Stroud, Dexter J. Booth Engineering Mathematics, H.K. Dass Higher Engineering Mathematics, Dr. B.S.
Rfrc: (i) (ii) (iii) Advcd Egirig Mhmic, K.A. Sroud, Dxr J. Booh Egirig Mhmic, H.K. D Highr Egirig Mhmic, Dr. B.S. Grwl Th mhod of m Thi coi of h followig xm wih h giv coribuio o h ol. () Mid-rm xm : 3%
On the Derivatives of Bessel and Modified Bessel Functions with Respect to the Order and the Argument
Inrnaional Rsarch Journal of Applid Basic Scincs 03 Aailabl onlin a wwwirjabscom ISSN 5-838X / Vol 4 (): 47-433 Scinc Eplorr Publicaions On h Driais of Bssl Modifid Bssl Funcions wih Rspc o h Ordr h Argumn
Adomian Decomposition Method and its. Modification for Nonlinear. Abel's Integral Equation
I. Joral of Mah. Aalysis, Vol. 7,, o. 4, 49-5 HIKARI d, www.m-hikari.com hp://d.doi.org/.9/ijma..779 Adomia Decomposiio Mehod ad is Modificaio for Noliear Abel's Iegral Eqaio R. H. Kha ad H. O. Bakodah
Boyce/DiPrima 9 th ed, Ch 7.9: Nonhomogeneous Linear Systems
BoDiPrima 9 h d Ch 7.9: Nohomogou Liar Sm Elmar Diffrial Equaio ad Boudar Valu Prolm 9 h diio William E. Bo ad Rihard C. DiPrima 9 Joh Wil & So I. Th gral hor of a ohomogou m of quaio g g aralll ha of
FourierSpectralMethodsforNumericalSolvingoftheKuramotoSivashinskyEquation
Global Joral of Rsarhs i Egirig: I rial Mhods Vol Iss Vrsio. Yar Typ: Dobl Blid Pr Rviwd Iraioal Rsarh Joral Pblishr: Global Jorals I. USA Oli ISS: 9-596 & Pri ISS: 975-586 orir Spral Mhods for rial Solvig
VIM for Determining Unknown Source Parameter in Parabolic Equations
ISSN 1746-7659, Eglad, UK Joural of Iformaio ad Compuig Sciece Vol. 11, No., 16, pp. 93-1 VIM for Deermiig Uko Source Parameer i Parabolic Equaios V. Eskadari *ad M. Hedavad Educaio ad Traiig, Dourod,
What Is the Difference between Gamma and Gaussian Distributions?
Applid Mahmaics,,, 85-89 hp://ddoiorg/6/am Publishd Oli Fbruary (hp://wwwscirporg/joural/am) Wha Is h Diffrc bw Gamma ad Gaussia Disribuios? iao-li Hu chool of Elcrical Egirig ad Compur cic, Uivrsiy of
Part B: Transform Methods. Professor E. Ambikairajah UNSW, Australia
Par B: rasform Mhods Profssor E. Ambikairaah UNSW, Ausralia Chapr : Fourir Rprsaio of Sigal. Fourir Sris. Fourir rasform.3 Ivrs Fourir rasform.4 Propris.4. Frqucy Shif.4. im Shif.4.3 Scalig.4.4 Diffriaio
Revised Variational Iteration Method for Solving Systems of Ordinary Differential Equations
Availabl at http://pvau.du/aa Appl. Appl. Math. ISSN: 9-9 Spcial Iu No. Augut 00 pp. 0 Applicatio ad Applid Mathatic: A Itratioal Joural AAM Rvid Variatioal Itratio Mthod for Solvig St of Ordiar Diffrtial
Ring of Large Number Mutually Coupled Oscillators Periodic Solutions
Iraioal Joural of horical ad Mahmaical Physics 4, 4(6: 5-9 DOI: 59/jijmp446 Rig of arg Numbr Muually Coupld Oscillaors Priodic Soluios Vasil G Aglov,*, Dafika z Aglova Dparm Nam of Mahmaics, Uivrsiy of
Variational Iteration Method for Solving Differential Equations with Piecewise Constant Arguments
I.J. Egieerig ad Maufacurig, 1,, 36-43 Publihed Olie April 1 i MECS (hp://www.mec-pre.e) DOI: 1.5815/ijem.1..6 Available olie a hp://www.mec-pre.e/ijem Variaioal Ieraio Mehod for Solvig Differeial Equaio
APPLICATION OF COMPUTATIONAL FLUID DYNAMICS FOR SIMULATING FIRE-INDUCED AIR FLOW IN A LARGE TERMINAL HALL
Iraioal oral o rchicral Scic, Volm 5, Nmbr 1, p.-34, 4 LICTION OF COMUTTIONL FLUI YNMICS FOR SIMULTING FIRE-INUCE IR FLOW IN LRGE TERMINL HLL Y.F. Li Collg of rchicr ad Civil Egirig, Bijig Uivri of Tcholog,
THE ROYAL STATISTICAL SOCIETY 2016 EXAMINATIONS SOLUTIONS GRADUATE DIPLOMA MODULE 1
TH ROAL TATITICAL OCIT 6 AINATION OLTION GRADAT DILOA ODL T oci i providig olio o ai cadida prparig or aiaio i 7. T olio ar idd a larig aid ad old o b a "odl awr". r o olio old alwa b awar a i a ca r ar
Approximating Solutions for Ginzburg Landau Equation by HPM and ADM
Available a hp://pvamu.edu/aam Appl. Appl. Mah. ISSN: 193-9466 Vol. 5, No. Issue (December 1), pp. 575 584 (Previously, Vol. 5, Issue 1, pp. 167 1681) Applicaios ad Applied Mahemaics: A Ieraioal Joural
1a.- Solution: 1a.- (5 points) Plot ONLY three full periods of the square wave MUST include the principal region.
INEL495 SIGNALS AND SYSEMS FINAL EXAM: Ma 9, 8 Pro. Doigo Rodrígz SOLUIONS Probl O: Copl Epoial Forir Sri A priodi ri ar wav l ad a daal priod al o o od. i providd wi a a 5% d a.- 5 poi: Plo r ll priod
Iterative Methods of Order Four for Solving Nonlinear Equations
Itrativ Mods of Ordr Four for Solvig Noliar Equatios V.B. Kumar,Vatti, Shouri Domii ad Mouia,V Dpartmt of Egirig Mamatis, Formr Studt of Chmial Egirig Adhra Uivrsity Collg of Egirig A, Adhra Uivrsity Visakhapatam
Numerical KDV equation by the Adomian decomposition method
America Joral o oder Physics ; () : -5 Pblished olie ay (hp://wwwsciecepblishiggropcom/j/ajmp) doi: 648/jajmp merical KDV eqaio by he Adomia decomposiio mehod Adi B Sedra Uiversié Ib Toail Faclé des Scieces
University of Mosul. From the SelectedWorks of Mohammed O. Al-Amr
Uiersiy of Mosl From he SelecedWorks of Mohammed O. Al-Amr Wier December Nmerical Solio of a Reacio-Diffsio Sysem wih Fas Reersible Reacio by Usig Adomia s Decomposiio Mehod ad He s Variaioal Ieraio Mehod
Local Fractional Variational Iteration Method for Solving Nonlinear Partial Differential Equations within Local Fractional Operators
Available a hp://pvamed/aam Appl Appl Mah SSN: 93-9466 Vol sse December 5 pp 55-65 Applicaios ad Applied Mahemaics: A eraioal Joral AAM Local Fracioal Variaioal eraio Mehod for Solvig Noliear Parial Differeial
Chapter4 Time Domain Analysis of Control System
Chpr4 im Domi Alyi of Corol Sym Rouh biliy cririo Sdy rror ri rpo of h fir-ordr ym ri rpo of h cod-ordr ym im domi prformc pcificio h rliohip bw h prformc pcificio d ym prmr ri rpo of highr-ordr ym Dfiiio
Turing-Computability of Solution of Hirota Equation Dianchen Lu1, a and Liming Fu1, b
Ieraioal Coferece o Comper Sciece a Elecroic Techology (ICCSET ) Trig-Compailiy of Solio of iroa Eqaio Diache L a a Limig F Facly of Sciece Jiag Uiveriy Zheiag Jiag 3P..Chia a Email: cl@.e.c Email: 6786997@qq.com
, R we have. x x. ) 1 x. R and is a positive bounded. det. International Journal of Basic & Applied Sciences IJBAS-IJENS Vol:10 No:06 11
raioal Joral of asic & ppli Scics JS-JENS Vol: No:6 So Dirichl ors a Pso Diffrial Opraors wih Coiioall Epoial Cov cio aa. M. Kail Dpar of Mahaics; acl of Scic; Ki laziz Uivrsi Jah Sai raia Eail: fkail@ka..sa
ON H-TRICHOTOMY IN BANACH SPACES
CODRUTA STOICA IHAIL EGA O H-TRICHOTOY I BAACH SPACES Absrac: I his papr w mphasiz h oio of skw-oluio smiflows cosidrd a gralizaio of smigroups oluio opraors ad skw-produc smiflows which aris i h sabiliy
REDUCED DIFFERENTIAL TRANSFORM METHOD FOR GENERALIZED KDV EQUATIONS. Yıldıray Keskin and Galip Oturanç
Mahemaical ad Compuaioal Applicaios, Vol. 15, No. 3, pp. 38-393, 1. Associaio for Scieific Research REDUCED DIFFERENTIAL TRANSFORM METHOD FOR GENERALIZED KDV EQUATIONS Yıldıray Kesi ad Galip Ouraç Deparme
MODIFIED ADOMIAN DECOMPOSITION METHOD FOR SOLVING RICCATI DIFFERENTIAL EQUATIONS
Review of he Air Force Academy No 3 (3) 15 ODIFIED ADOIAN DECOPOSIION EHOD FOR SOLVING RICCAI DIFFERENIAL EQUAIONS 1. INRODUCION Adomia decomposiio mehod was foud by George Adomia ad has recely become
Some Newton s Type Inequalities for Geometrically Relative Convex Functions ABSTRACT. 1. Introduction
Malaysia Joural of Mahemaical Scieces 9(): 49-5 (5) MALAYSIAN JOURNAL OF MATHEMATICAL SCIENCES Joural homepage: hp://eispem.upm.edu.my/joural Some Newo s Type Ieualiies for Geomerically Relaive Covex Fucios
On the Effective Region of Convergence of the Decomposition Series Solution
Joral of Algorihms & Compaioal Techology Vol. 7 No. 7 O he Effecive Regio of Covergece of he Decomposiio Series Solio J-Sheg Da a,b *, Radolph Rach c,, Zhog Wag a a School of Mahemaics ad Iformaio Scieces,
Boyce/DiPrima/Meade 11 th ed, Ch 4.1: Higher Order Linear ODEs: General Theory
Bo/DiPima/Mad h d Ch.: High Od Lia ODEs: Gal Tho Elma Diffial Eqaios ad Boda Val Poblms h diio b William E. Bo Rihad C. DiPima ad Dog Mad 7 b Joh Wil & Sos I. A h od ODE has h gal fom d d P P P d d W assm
The geometry of surfaces contact
Applid ad ompuaioal Mchaics (007 647-656 h gomry of surfacs coac J. Sigl a * J. Švíglr a a Faculy of Applid Scics UWB i Pils Uivrzií 0 00 Pils zch public civd 0 Spmbr 007; rcivd i rvisd form 0 Ocobr 007
A Comparative Study of Variational Iteration Method and He-Laplace Method
Applied Mahemaic,,, 9- hp://d.doi.org/./am..7 Publihed Olie Ocober (hp://www.scirp.org/joural/am) A Comparaive Sud of Variaioal Ieraio Mehod ad He-Laplace Mehod Hradeh Kumar Mihra Deparme of Mahemaic,
Poisson Arrival Process
1 Poisso Arrival Procss Arrivals occur i) i a mmorylss mar ii) [ o arrival durig Δ ] = λδ + ( Δ ) P o [ o arrival durig Δ ] = 1 λδ + ( Δ ) P o P j arrivals durig Δ = o Δ for j = 2,3, ( ) o Δ whr lim =
Modeling of the CML FD noise-to-jitter conversion as an LPTV process
Modlig of h CML FD ois-o-ir covrsio as a LPV procss Marko Alksic. Rvisio hisory Vrsio Da Comms. //4 Firs vrsio mrgd wo docums. Cyclosaioary Nois ad Applicaio o CML Frqucy Dividr Jir/Phas Nois Aalysis fil
A comparative Study of Variational Iteration Method and He-Laplace Method
Shiraz Uiveri of Techolog From he SelecedWork of Habibolla Laifizadeh A comparaive Sud of Variaioal Ieraio Mehod ad He-Laplace Mehod Habibolla Laifizadeh, Shiraz Uiveri of Techolog Available a: hp://work.bepre.com/habib_laifizadeh/95/
VARIATIONAL ITERATION TRANSFORM METHOD FOR SOLVING BURGER AND COUPLED BURGER S EQUATIONS
VARIATIONAL ITERATION TRANSFORM METHOD FOR SOLVING BURGER AND COUPLED BURGER S EQUATIONS Ali Al-Fayadh ad Haa Ali Khawwa Deparme of Mahemaic ad Compuer Applicaio, College of Sciece, Al-Nahrai Uiveriy,
ECEN620: Network Theory Broadband Circuit Design Fall 2014
ECE60: work Thory Broadbad Circui Dig Fall 04 Lcur 6: PLL Trai Bhavior Sam Palrmo Aalog & Mixd-Sigal Cr Txa A&M Uivriy Aoucm, Agda, & Rfrc HW i du oday by 5PM PLL Trackig Rpo Pha Dcor Modl PLL Hold Rag
1.7 Vector Calculus 2 - Integration
cio.7.7 cor alculus - Igraio.7. Ordiary Igrals o a cor A vcor ca b igrad i h ordiary way o roduc aohr vcor or aml 5 5 d 6.7. Li Igrals Discussd hr is h oio o a dii igral ivolvig a vcor ucio ha gras a scalar.
Approximate Solutions for the Coupled Nonlinear. Equations Using the Homotopy Analysis Method
Applied Maheaical Scieces, Vol. 5,, o. 37, 89-86 Approxiae Solios for he Copled Noliear Eqaios Usig he Hooopy Aalysis Mehod Spig Qia a, b a Facly of Sciece, Jiags Uiersiy, Zhejiag, Jiags 3, Chia b Depare
Homotopy Analysis Method for Solving Fractional Sturm-Liouville Problems
Ausralia Joural of Basic ad Applied Scieces, 4(1): 518-57, 1 ISSN 1991-8178 Homoopy Aalysis Mehod for Solvig Fracioal Surm-Liouville Problems 1 A Neamay, R Darzi, A Dabbaghia 1 Deparme of Mahemaics, Uiversiy
Research Article The Analytical Solution of Some Fractional Ordinary Differential Equations by the Sumudu Transform Method
Absrac ad Applied Aalysis Volme 3, Aricle ID 3875, 6 pages hp://dx.doi.org/.55/3/3875 Research Aricle The Aalyical Solio of Some Fracioal Ordiary Differeial Eqaios by he Smd Trasform Mehod Hasa Bl, Haci
(1) Then we could wave our hands over this and it would become:
MAT* K285 Spring 28 Anthony Bnoit 4/17/28 Wk 12: Laplac Tranform Rading: Kohlr & Johnon, Chaptr 5 to p. 35 HW: 5.1: 3, 7, 1*, 19 5.2: 1, 5*, 13*, 19, 45* 5.3: 1, 11*, 19 * Pla writ-up th problm natly and
A Novel Approach for Solving Burger s Equation
Available a hp://pvamu.edu/aam Appl. Appl. Mah. ISSN: 93-9466 Vol. 9, Issue (December 4), pp. 54-55 Applicaios ad Applied Mahemaics: A Ieraioal Joural (AAM) A Novel Approach for Solvig Burger s Equaio
Ordinary Differential Equations
Ordiary Diffrtial Equatio Aftr radig thi chaptr, you hould b abl to:. dfi a ordiary diffrtial quatio,. diffrtiat btw a ordiary ad partial diffrtial quatio, ad. Solv liar ordiary diffrtial quatio with fid
Poisson Arrival Process
Poisso Arrival Procss Arrivals occur i) i a mmylss mar ii) [ o arrival durig Δ ] = λδ + ( Δ ) P o [ o arrival durig Δ ] = λδ + ( Δ ) P o P j arrivals durig Δ = o Δ f j = 2,3, o Δ whr lim =. Δ Δ C C 2 C
UNIT 1: ANALYTICAL METHODS FOR ENGINEERS
UNIT : ANALYTICAL METHODS FOR ENGINEERS Ui code: A// QCF Level: Credi vale: OUTCOME TUTORIAL SERIES Ui coe Be able o aalyse ad model egieerig siaios ad solve problems sig algebraic mehods Algebraic mehods:
BMM3553 Mechanical Vibrations
BMM3553 Mhaial Vibraio Chapr 3: Damp Vibraio of Sigl Dgr of From Sym (Par ) by Ch Ku Ey Nizwa Bi Ch Ku Hui Fauly of Mhaial Egirig mail: y@ump.u.my Chapr Dripio Ep Ouom Su will b abl o: Drmi h aural frquy
A Substitution Method for Partial Differential Equations Using Ramadan Group Integral Transform
Aia Rarc Joral of Matmatic 74: -0 07; Articl o.arjom.3786 ISSN: 456-477X A Sbtittio Mtod for Partial Diffrtial Eqatio i Ramada Grop Itral Traform Moamd A. Ramada * Kamal R. Rala Adl R. Hadod ad Amaa K.
Control Systems. Transient and Steady State Response.
Corol Sym Trai a Say Sa Ro chibum@oulch.ac.kr Ouli Tim Domai Aalyi orr ym Ui ro Ui ram ro Ui imul ro Chibum L -Soulch Corol Sym Tim Domai Aalyi Afr h mahmaical mol of h ym i obai, aalyi of ym rformac i.
Slope stability in relation to the coefficient of thermal conductivity
IAEG6 Papr mbr 798 Slop abiliy i rlaio o h coffici of hrmal codciiy YONG BAEK YONG SEOK SEO JA HYEA JUNG 3 OI KWON 4 & SEONG HYEON SHIM 5 5 Kora Ii of Corcio chology. -mail: ba44@ic.r.r Chgboo Uiriy. -mail:
Research Article Modified Fractional Variational Iteration Method for Solving the Generalized Time-Space Fractional Schrödinger Equation
Hidawi Publishig Corporaio e Scieific World Joural Volume 24, Aricle ID 964643, 6 pages hp://d.doi.org/.55/24/964643 Research Aricle Modified Fracioal Variaioal Ieraio Mehod for Solvig he Geeralized Time-Space
Transfer function and the Laplace transformation
Lab No PH-35 Porland Sa Univriy A. La Roa Tranfr funcion and h Laplac ranformaion. INTRODUTION. THE LAPLAE TRANSFORMATION L 3. TRANSFER FUNTIONS 4. ELETRIAL SYSTEMS Analyi of h hr baic paiv lmn R, and
Final Exam : Solutions
Comp : Algorihm and Daa Srucur Final Exam : Soluion. Rcuriv Algorihm. (a) To bgin ind h mdian o {x, x,... x n }. Sinc vry numbr xcp on in h inrval [0, n] appar xacly onc in h li, w hav ha h mdian mu b
1973 AP Calculus BC: Section I
97 AP Calculus BC: Scio I 9 Mius No Calculaor No: I his amiaio, l dos h aural logarihm of (ha is, logarihm o h bas ).. If f ( ) =, h f ( ) = ( ). ( ) + d = 7 6. If f( ) = +, h h s of valus for which f
CHAPTER I INTRODUCTION
CHAPER I INRODCION. Biarai Logiy ailr Modlig Popl rqly dic qipm bhaior i rm o ag ad ag. Commo xampl ar aomobil ad aomobil ir i which modl yar ad accmlad milag ar ally boh icldd i dicio o logiy. L wll rcogizd
Web-appendix 1: macro to calculate the range of ( ρ, for which R is positive definite
Wb-basd Supplmary Marials for Sampl siz cosidraios for GEE aalyss of hr-lvl clusr radomizd rials by Sv Trsra, Big Lu, oh S. Prissr, Tho va Achrbrg, ad Gorg F. Borm Wb-appdix : macro o calcula h rag of
SOLVING OF THE FRACTIONAL NON-LINEAR AND LINEAR SCHRÖDINGER EQUATIONS BY HOMOTOPY PERTURBATION METHOD
SOLVING OF THE FRACTIONAL NON-LINEAR AND LINEAR SCHRÖDINGER EQUATIONS BY HOMOTOPY PERTURBATION METHOD DUMITRU BALEANU, ALIREZA K. GOLMANKHANEH,3, ALI K. GOLMANKHANEH 3 Deparme of Mahemaics ad Compuer Sciece,
A Note on Integral Transforms and Differential Equations
Malaysia Joral of Mahemaical Scieces 6(S): -8 () Special Ediio of Ieraioal Workshop o Mahemaical Aalysis (IWOMA) A Noe o Iegral Trasforms ad Differeial Eqaios, Adem Kilicma, 3 Hassa Elayeb ad, Ma Rofa
Variational Iteration and Homotopy Perturbation Method for Solving a Three-Species Food Chain Model
Variaioal Ieraio ad Homoop Perurbaio Mehod for Solvig a Three-Species Food Chai Model Mehme MERDAN, Tahir KHANİYEV Karadei Techical Uiversi, Egieerig Facul of Gümüşhae,Civil Egieerig, 9, Gümüşhae TOBB
Analysis of TE (Transverse Electric) Modes of Symmetric Slab Waveguide
Adv. Sudis Thor. Phs., Vol. 6,, o. 7, 33-336 Aalsis of T (Trasvrs lcric Mods of Smmric Slab Wavguid arr Rama SPCTC (Spcrum Tcholog Rsarch Group Dparm of lcrical, lcroic ad Ssms girig Naioal Uivrsi of Malasia
General Article Application of differential equation in L-R and C-R circuit analysis by classical method. Abstract
Applicaion of Diffrnial... Gnral Aricl Applicaion of diffrnial uaion in - and C- circui analysis by classical mhod. ajndra Prasad gmi curr, Dparmn of Mahmaics, P.N. Campus, Pokhara Email: rajndraprasadrgmi@yahoo.com
CIVL 7/8111 Time-Dependent Problems - 2-D Diffusion and Wave Equations 1/9
CIVL 7/8111 im-dpdt Problm - -D Diffio ad Wav Eqatio 1/9 h govrig balac qatio that dcrib diffio proc i itatio ivolvig two idpdt variabl appar typically a xyt,, fxyt,, 0 t i g, t o 1 t q t x, y,0 c x, y